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Phenomenology, Logic, and the Philosophy of Mathematics / Richard Tieszen

By: Material type: TextTextPublication details: New York Cambridge University 2009Description: 357pISBN:
  • 9780521119986
DDC classification:
  • N54.1(N82) T445
Partial contents:
PART I. REASON, SCIENCE, AND MATHEMATICS 1 Science as a Triumph of the Human Spirit and Science in Crisis: Husserl and the Fortunes of Reason 21 2 Mathematics and Transcendental Phenomenology 46 3 Free Variation and the Intuition of Geometric Essences: Some Reflections on Phenomenology and Modern Geometry 69 PART II. KURT GODEL, PHENOMENOLOGY, AND THE PHILOSOPHY OF MATHEMATICS 4 Kurt Godel and Phenomenology 93 5 Godel`s Philosophical Remarks on Logic and Mathematics 112 6 Godel`s Path from the Incompleteness Theorems (1931) to Phenomenology (1961) 7 Godel and the Intuition of Concepts 149 8 Godel and Quine on Meaning and Mathematics 177 9 Maddy on Realism in Mathematics 201 10 Penrose on Minds and Machines 215 PART III. CONSTRUCTIVISM, FULFILLABLE INTENTIONS, AND ORIGINS 11 Intuitionism, Meaning Theory, and Cognition 227 12 The Philosophical Background of Weyl`s Mathematical Constructivism 248 13 Proofs and Fulfillable Mathematical Intentions 276 14 Logicism, Impredicativity, Formalism: Some Remarks on Poincare and Husserl 294 15 The Philosophy of Arithmetic: Frege and Husserl 314
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Holdings
Item type Current library Call number Status Date due Barcode
Books Books DVK Library Stack -> Second Floor -> N N54.1(N82) T445 (Browse shelf(Opens below)) Available 11049820
Browsing DVK Library shelves, Shelving location: Stack -> Second Floor -> N Close shelf browser (Hides shelf browser)
N54.1(N26.5) H549 Physics and Our View of the World N54.1(N30) T716 Reading the Mind of God N54.1(N30) W379 The World of Physics N54.1(N82) T445 Phenomenology, Logic, and the Philosophy of Mathematics / N54.2(N59) L548 Aristotle`s Philosophy of Biology N54.2(O48.2) SE580 Dicing With Death N54.5(N15.5) AZ250 Mapping Reality

includes index and biblioraphy

PART I. REASON, SCIENCE, AND MATHEMATICS 1 Science as a Triumph of the Human Spirit and Science in Crisis: Husserl and the Fortunes of Reason 21 2 Mathematics and Transcendental Phenomenology 46 3 Free Variation and the Intuition of Geometric Essences: Some Reflections on Phenomenology and Modern Geometry 69 PART II. KURT GODEL, PHENOMENOLOGY, AND THE PHILOSOPHY OF MATHEMATICS 4 Kurt Godel and Phenomenology 93 5 Godel`s Philosophical Remarks on Logic and Mathematics 112 6 Godel`s Path from the Incompleteness Theorems (1931) to Phenomenology (1961) 7 Godel and the Intuition of Concepts 149 8 Godel and Quine on Meaning and Mathematics 177 9 Maddy on Realism in Mathematics 201 10 Penrose on Minds and Machines 215 PART III. CONSTRUCTIVISM, FULFILLABLE INTENTIONS, AND ORIGINS 11 Intuitionism, Meaning Theory, and Cognition 227 12 The Philosophical Background of Weyl`s Mathematical Constructivism 248 13 Proofs and Fulfillable Mathematical Intentions 276 14 Logicism, Impredicativity, Formalism: Some Remarks on Poincare and Husserl 294 15 The Philosophy of Arithmetic: Frege and Husserl 314

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